Answered

This table represents an exponential function.


What is the ratio of outputs for any two inputs that are 2 apart?


Divide the larger output by the smaller output.


Enter your answer in the box as a decimal to the nearest hundredth.


This is how the table looks


Number of Years from Now Value of a Scooter ($)

0|45

1|48.24

2|51.71

3|55.44

4|59.43

Verified Answer :

428613

Answer:

it is 1.15 the dude on top is right it is 1.15 i took the test and it 1.15

Step-by-step explanation:

The output of the defined number operation indicates the operations involved in the function.

  • The ratio of outputs for any two inputs that are 2 apart is approximately 1.149.

Reasons:

The table is presented as follows;

\(\begin{array}{|cc|c|}Number \ of \ years \ from \ Now&&Value \ of \ a \ Scooter\\0&&45\\1&&48.24\\2&&51.71\\3&&55.44\\4&&59.43\end{array}\right]\)

The ratio of the outputs for two inputs that are 2 apart, with the larger output divided by the smaller output are;

\(Between \ 0 \ and \ 2; \dfrac{51.71}{45} = 1.149 \overline 1\)

\(Between \ 1 \ and \ 3; \dfrac{55.44}{48.24} \approx1.1493\)

\(Between \ 2 \ and \ 4; \dfrac{59.43}{51.71} \approx 1.149294140\)

Therefore;

The ratio of outputs for any two inputs that are 2 apart is approximately 1.149.

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